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 "cells": [
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   "cell_type": "markdown",
   "id": "e0203510-d85f-410e-b20d-353256929b68",
   "metadata": {},
   "source": [
    "# Global Map of M$_2$ Internal Tides, Comparison of amplitudes and phases between HRET8.1 & HYCOM"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "8f278b5a-b22a-4d5c-9c7f-59bb6bedd28f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Load the packages\n",
    "\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "import pandas as pd\n",
    "import cmaps as cmp\n",
    "import datetime\n",
    "from scipy.stats import pearsonr\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.patches import Rectangle  # Import the Rectangle class\n",
    "import matplotlib.patches as patches\n",
    "import matplotlib.gridspec as gridspec\n",
    "import matplotlib.patches as patches\n",
    "from matplotlib.patheffects import withStroke\n",
    "\n",
    "import warnings\n",
    "warnings.filterwarnings(\"ignore\")\n",
    "\n",
    "plt.rcParams[\"font.weight\"] = \"bold\"\n",
    "plt.rcParams[\"font.size\"] = 7\n",
    "plt.rcParams[\"axes.labelweight\"] = \"bold\"\n",
    "%config InlineBackend.figure_format = 'retina'"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9afda3dd-c792-4329-b221-a18bd5d2315d",
   "metadata": {},
   "source": [
    "### Functions used for analysis"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "25893b99-03a3-4d1e-8929-cce15979019c",
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   "outputs": [],
   "source": [
    "def wiggledata(x, y, a, s):\n",
    "    \"\"\"\n",
    "    Generate wiggled longitude and latitude coordinates based on input data.\n",
    "\n",
    "    Parameters:\n",
    "    - x (numpy.ndarray): Array of longitude coordinates.\n",
    "    - y (numpy.ndarray): Array of latitude coordinates.\n",
    "    - a (numpy.ndarray): Array of amplitudes for wiggling.\n",
    "    - s (float): Scaling factor for wiggling.\n",
    "\n",
    "    Returns:\n",
    "    - numpy.ndarray, numpy.ndarray: Wiggled longitude and latitude coordinates.\n",
    "\n",
    "    Formula:\n",
    "    1. Compute the angle between each set of three consecutive points using arctan2.\n",
    "    2. Create wiggled longitude (xw) and latitude (yw) coordinates based on the input parameters.\n",
    "    \"\"\"\n",
    "    # Compute the angle between each set of three consecutive points\n",
    "    theta = np.arctan2(y[2:] - y[:-2], x[2:] - x[:-2])\n",
    "\n",
    "    # Create the \"wiggled\" longitude and latitude coordinates\n",
    "    xw = x[1:-1] - s * a[1:-1] * np.sin(theta)\n",
    "    yw = y[1:-1] + s * a[1:-1] * np.cos(theta)\n",
    "\n",
    "    return xw, yw\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "fab16af1-ada8-4ff1-ac70-ca7460301ad7",
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   "outputs": [],
   "source": [
    "def statistics(hret, hycom, lon, lat, region, aord=0):\n",
    "    \"\"\"\n",
    "    Calculate the Pearson correlation coefficient and its confidence interval\n",
    "    between the amplitudes & phases of HRET8.1 and HYCOM data within a specified region.\n",
    "\n",
    "    Parameters:\n",
    "    - hret (xarray.DataArray): HRET8.1 data. \n",
    "    - hycom (xarray.DataArray): HYCOM data.\n",
    "    - lon (xarray.DataArray): Array of longitudes.\n",
    "    - lat (xarray.DataArray): Array of latitudes.\n",
    "    - region (list): List containing region boundaries [lon1, lon2, lat1, lat2].\n",
    "    - aord (int): Ascending (0) or Descending (1) tracks \n",
    "\n",
    "    Returns:\n",
    "    - corr_mean (float): Mean Pearson correlation coefficient.\n",
    "    - conf_interval (float): 95% confidence interval for the correlation coefficient.\n",
    "    \"\"\"\n",
    "\n",
    "    # Extract region boundaries\n",
    "    [lon1, lon2, lat1, lat2] = region\n",
    "    \n",
    "    # Initialize lists to store longitude, latitude, observed, and modeled data\n",
    "    xl = []\n",
    "    yl = []\n",
    "    tz = []    \n",
    "    ts = []\n",
    "    tf = []\n",
    "\n",
    "    # Number of tracks\n",
    "    n_track = 254\n",
    "\n",
    "    # Loop over tracks with a specified step (aord) and extract relevant data\n",
    "    for i in range(aord, n_track - aord, 2):\n",
    "        # Find indices of data within the specified region\n",
    "        ii = np.where(\n",
    "            (lon[:, i] > lon1) & (lon[:, i] < lon2) &\n",
    "            (lat[:, i] > lat1) & (lat[:, i] < lat2)\n",
    "        )\n",
    "        # Check if there's data in the specified region\n",
    "        if len(ii[0]) > 0:\n",
    "            # Append longitude and latitude data to lists\n",
    "            xl.extend(lon[ii[0], i].values)\n",
    "            xl.append(np.nan)\n",
    "            yl.extend(lat[ii[0], i].values)\n",
    "            yl.append(np.nan)\n",
    "            # Append hret and hycom data to lists\n",
    "            tz.extend(hret[ii[0], i].values)\n",
    "            tz.append(np.nan)\n",
    "            tf.extend(hycom[ii[0], i].values)\n",
    "            tf.append(np.nan)   \n",
    "\n",
    "    # Create xarray DataArrays for observed and modeled data\n",
    "    obs = xr.DataArray(np.abs(tz) * np.sin(np.angle(tz))).fillna(0)\n",
    "    mod = xr.DataArray(np.abs(tf) * np.sin(np.angle(tf))).fillna(0)\n",
    "    \n",
    "    # Number of bootstrap iterations\n",
    "    n_bootstrap = 100\n",
    "    \n",
    "    # List to store correlation coefficients from bootstrap iterations\n",
    "    correlation_coefficients = []\n",
    "    \n",
    "    # Perform bootstrap iterations\n",
    "    for _ in range(n_bootstrap):\n",
    "        while True:\n",
    "            # Resample with replacement\n",
    "            indices = np.random.choice(len(obs), len(obs), replace=True)\n",
    "            x_sampled = np.array(obs)[indices]\n",
    "            y_sampled = np.array(mod)[indices]\n",
    "\n",
    "            # Check if the resampled data contains variation (not constant)\n",
    "            if np.var(y_sampled) > 0:\n",
    "                break\n",
    "\n",
    "        # Calculate the Pearson correlation coefficient for the resampled data\n",
    "        corr, _ = pearsonr(x_sampled, y_sampled)\n",
    "        correlation_coefficients.append(corr)\n",
    "\n",
    "    # Calculate the mean and standard deviation of correlation coefficients\n",
    "    corr_mean = np.mean(correlation_coefficients)\n",
    "    corr_std = np.std(correlation_coefficients)\n",
    "\n",
    "    # Calculate the 95% confidence interval for the correlation coefficient\n",
    "    conf_interval = 1.96 * corr_std \n",
    "    \n",
    "    return corr_mean, conf_interval\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "2604df84-15dc-4f6c-a6c8-cdf52bbefcca",
   "metadata": {},
   "outputs": [],
   "source": [
    "def wiggle_plot(hret, hycom, lon, lat, region, aord=0):\n",
    "    \"\"\"\n",
    "    Generate a 'wiggle plot' to visualize the observed (hret) and modeled (hycom) data\n",
    "    along selected tracks within a specified region.\n",
    "\n",
    "    Parameters:\n",
    "    - hret (xarray.DataArray): Observed data.\n",
    "    - hycom (xarray.DataArray): Modeled data.\n",
    "    - lon (xarray.DataArray): Array of longitudes.\n",
    "    - lat (xarray.DataArray): Array of latitudes.\n",
    "    - region (list): List containing region boundaries [lon1, lon2, lat1, lat2].\n",
    "    - aord (int): Ascending (0) or Descending (1) tracks \n",
    "\n",
    "    Returns:\n",
    "    - xl (list): List of longitude values for the selected tracks.\n",
    "    - yl (list): List of latitude values for the selected tracks.\n",
    "    - hret_x (numpy.ndarray): 'Wiggled' longitude coordinates for observed data.\n",
    "    - hret_y (numpy.ndarray): 'Wiggled' latitude coordinates for observed data.\n",
    "    - hycom_x (numpy.ndarray): 'Wiggled' longitude coordinates for modeled data.\n",
    "    - hycom_y (numpy.ndarray): 'Wiggled' latitude coordinates for modeled data.\n",
    "    \"\"\"\n",
    "\n",
    "    # Extract region boundaries\n",
    "    [lon1, lon2, lat1, lat2] = region\n",
    "\n",
    "    # Initialize lists to store longitude, latitude, observed, and modeled data\n",
    "    xl = []\n",
    "    yl = []\n",
    "    tz = []\n",
    "    ts = []\n",
    "    tf = []\n",
    "\n",
    "    # Number of tracks\n",
    "    n_track = 254\n",
    "\n",
    "    # Loop over tracks with a specified step (aord) and extract relevant data\n",
    "    for i in range(aord, n_track - aord, 2):\n",
    "        # Find indices of data within the specified region\n",
    "        ii = np.where(\n",
    "            (lon[:, i] > lon1) & (lon[:, i] < lon2) &\n",
    "            (lat[:, i] > lat1) & (lat[:, i] < lat2)\n",
    "        )\n",
    "        # Check if there's data in the specified region\n",
    "        if len(ii[0]) > 0:\n",
    "            # Append longitude and latitude data to lists\n",
    "            xl.extend(lon[ii[0], i].values)\n",
    "            xl.append(np.nan)\n",
    "            yl.extend(lat[ii[0], i].values)\n",
    "            yl.append(np.nan)\n",
    "            # Append observed (hret) and modeled (hycom) data to lists\n",
    "            tz.extend(hret[ii[0], i].values)\n",
    "            tz.append(np.nan)\n",
    "            tf.extend(hycom[ii[0], i].values)\n",
    "            tf.append(np.nan)\n",
    "\n",
    "    # Compute 'wiggle' coordinates for observed data\n",
    "    hret_x, hret_y = wiggledata(np.array(xl), np.array(yl), np.abs(tz) * np.sin(np.angle(tz)), 0.4)\n",
    "\n",
    "    # Compute 'wiggle' coordinates for modeled data\n",
    "    hycom_x, hycom_y = wiggledata(np.array(xl), np.array(yl), np.abs(tf) * np.sin(np.angle(tf)), 0.4)\n",
    "\n",
    "    return xl, yl, hret_x, hret_y, hycom_x, hycom_y\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f9d04d1-90b1-4daf-adcc-16fc3faf844f",
   "metadata": {},
   "source": [
    "## Open datasets "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "0359415e-9fad-4c60-a5e4-1cd756229a57",
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   "outputs": [
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       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
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       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
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       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
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       "dl.xr-attrs {\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
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       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
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       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:     (years: 2, constit: 6, np: 3305, nt: 254)\n",
       "Coordinates:\n",
       "  * np          (np) int64 0 1 2 3 4 5 6 ... 3298 3299 3300 3301 3302 3303 3304\n",
       "  * nt          (nt) int64 0 1 2 3 4 5 6 7 8 ... 246 247 248 249 250 251 252 253\n",
       "  * constit     (constit) object &#x27;M2&#x27; &#x27;S2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;\n",
       "  * years       (years) int64 1 3\n",
       "Data variables:\n",
       "    hycom_real  (years, constit, np, nt) float64 ...\n",
       "    hycom_imag  (years, constit, np, nt) float64 ...\n",
       "    hret_real   (constit, np, nt) float64 ...\n",
       "    hret_imag   (constit, np, nt) float64 ...\n",
       "    lon         (np, nt) float64 ...\n",
       "    lat         (np, nt) float64 ...\n",
       "    depth       (np, nt) float64 ...\n",
       "Attributes:\n",
       "    author:       Badarvada Yadidya\n",
       "    description:  Complex numbers from amplitudes and phases of ITs in HRET &amp;...\n",
       "    created on:   Nov 09, 2023  16:39</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-94cb1f42-fbd2-4f55-8430-7f1adcdc1535' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-94cb1f42-fbd2-4f55-8430-7f1adcdc1535' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>years</span>: 2</li><li><span class='xr-has-index'>constit</span>: 6</li><li><span class='xr-has-index'>np</span>: 3305</li><li><span class='xr-has-index'>nt</span>: 254</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-989f432e-ffd1-4c1b-9ccc-e509a3227c63' class='xr-section-summary-in' type='checkbox'  checked><label for='section-989f432e-ffd1-4c1b-9ccc-e509a3227c63' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>np</span></div><div class='xr-var-dims'>(np)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 ... 3301 3302 3303 3304</div><input id='attrs-6a2c7feb-5a11-4049-9535-837cb647b944' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6a2c7feb-5a11-4049-9535-837cb647b944' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-135a5035-c93d-4ec0-bb7c-faa3342426a2' class='xr-var-data-in' type='checkbox'><label for='data-135a5035-c93d-4ec0-bb7c-faa3342426a2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Number of points</dd></dl></div><div class='xr-var-data'><pre>array([   0,    1,    2, ..., 3302, 3303, 3304])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>nt</span></div><div class='xr-var-dims'>(nt)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 249 250 251 252 253</div><input id='attrs-7dbd87d8-3b2a-432c-87e2-959cab32e11b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7dbd87d8-3b2a-432c-87e2-959cab32e11b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-56f427e7-a2a0-42ea-87d1-612e7cf8d19a' class='xr-var-data-in' type='checkbox'><label for='data-56f427e7-a2a0-42ea-87d1-612e7cf8d19a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Number of tracks</dd></dl></div><div class='xr-var-data'><pre>array([  0,   1,   2, ..., 251, 252, 253])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>constit</span></div><div class='xr-var-dims'>(constit)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;M2&#x27; &#x27;S2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;</div><input id='attrs-a4bb38ab-98dc-4284-9606-234906c6227b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a4bb38ab-98dc-4284-9606-234906c6227b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a536789-63a3-4d4d-bd89-b6ec1e3683d5' class='xr-var-data-in' type='checkbox'><label for='data-9a536789-63a3-4d4d-bd89-b6ec1e3683d5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Tidal constituents</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>years</span></div><div class='xr-var-dims'>(years)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 3</div><input id='attrs-2614bbd8-cd68-4539-8c37-a5388f0cd089' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2614bbd8-cd68-4539-8c37-a5388f0cd089' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c5346fd0-18fc-44a3-aad8-2d9243d76be5' class='xr-var-data-in' type='checkbox'><label for='data-c5346fd0-18fc-44a3-aad8-2d9243d76be5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Length of time window for harmonic analysis</dd></dl></div><div class='xr-var-data'><pre>array([1, 3])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-71c664da-c33d-4576-bde1-cd6eb76c4815' class='xr-section-summary-in' type='checkbox'  checked><label for='section-71c664da-c33d-4576-bde1-cd6eb76c4815' class='xr-section-summary' >Data variables: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hycom_real</span></div><div class='xr-var-dims'>(years, constit, np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-abc63a52-d662-4391-b989-07b922e86607' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-abc63a52-d662-4391-b989-07b922e86607' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1f1568d-465e-4bd4-948e-a322ee9561b5' class='xr-var-data-in' type='checkbox'><label for='data-a1f1568d-465e-4bd4-948e-a322ee9561b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Internal tides from HYCOM (real part)</dd><dt><span>info :</span></dt><dd>EXPT 21.6</dd><dt><span>units :</span></dt><dd>cm</dd></dl></div><div class='xr-var-data'><pre>[10073640 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom_imag</span></div><div class='xr-var-dims'>(years, constit, np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3b542e10-cda8-4017-bde0-ad7beef5b5c9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b542e10-cda8-4017-bde0-ad7beef5b5c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b0816c41-a890-4de6-8e8f-19d24a506c90' class='xr-var-data-in' type='checkbox'><label for='data-b0816c41-a890-4de6-8e8f-19d24a506c90' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Internal tides from HYCOM (imaginary part)</dd><dt><span>info :</span></dt><dd>EXPT 21.6</dd><dt><span>units :</span></dt><dd>cm</dd></dl></div><div class='xr-var-data'><pre>[10073640 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hret_real</span></div><div class='xr-var-dims'>(constit, np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-5c7e43e3-268f-478f-af76-4e0483e20e4d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5c7e43e3-268f-478f-af76-4e0483e20e4d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e8df1d4-caa0-4963-b477-eb06875ea5e4' class='xr-var-data-in' type='checkbox'><label for='data-3e8df1d4-caa0-4963-b477-eb06875ea5e4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Internal tides from HRET8.1 (real part)</dd><dt><span>version :</span></dt><dd>HRET8.1</dd><dt><span>units :</span></dt><dd>cm</dd></dl></div><div class='xr-var-data'><pre>[5036820 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hret_imag</span></div><div class='xr-var-dims'>(constit, np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-14197bea-eddd-473b-9f80-495afe66cbcc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-14197bea-eddd-473b-9f80-495afe66cbcc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f326396f-17d9-41e1-b158-fd224a83146f' class='xr-var-data-in' type='checkbox'><label for='data-f326396f-17d9-41e1-b158-fd224a83146f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Internal tides from HRET8.1 (imaginary part)</dd><dt><span>version :</span></dt><dd>HRET8.1</dd><dt><span>units :</span></dt><dd>cm</dd></dl></div><div class='xr-var-data'><pre>[5036820 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-406a5ac1-a9cd-4ceb-8702-5133f8a9fcb5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-406a5ac1-a9cd-4ceb-8702-5133f8a9fcb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a59e856e-a7a2-4f12-9580-d9871389a09d' class='xr-var-data-in' type='checkbox'><label for='data-a59e856e-a7a2-4f12-9580-d9871389a09d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Longitude (deg)</dd></dl></div><div class='xr-var-data'><pre>[839470 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d3030927-2959-49a3-b4e1-b5955cbfbd36' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3030927-2959-49a3-b4e1-b5955cbfbd36' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f3205d61-72b9-4115-bf4d-c9a3d40ad3f7' class='xr-var-data-in' type='checkbox'><label for='data-f3205d61-72b9-4115-bf4d-c9a3d40ad3f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Latitude (deg)</dd></dl></div><div class='xr-var-data'><pre>[839470 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>depth</span></div><div class='xr-var-dims'>(np, nt)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e90e64e5-6ad8-4069-baef-ea01c902a92a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e90e64e5-6ad8-4069-baef-ea01c902a92a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1f4f4ffb-21ce-4a98-8af6-c1f40245e79e' class='xr-var-data-in' type='checkbox'><label for='data-1f4f4ffb-21ce-4a98-8af6-c1f40245e79e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Bathymetry (m)</dd></dl></div><div class='xr-var-data'><pre>[839470 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6144534d-6d57-408c-8966-b876e24c08cc' class='xr-section-summary-in' type='checkbox'  ><label for='section-6144534d-6d57-408c-8966-b876e24c08cc' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>np</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b80975a7-04fa-4e1e-a3b5-6b4a4040a57b' class='xr-index-data-in' type='checkbox'/><label for='index-b80975a7-04fa-4e1e-a3b5-6b4a4040a57b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0,    1,    2,    3,    4,    5,    6,    7,    8,    9,\n",
       "       ...\n",
       "       3295, 3296, 3297, 3298, 3299, 3300, 3301, 3302, 3303, 3304],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;np&#x27;, length=3305))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>nt</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-31aa9ff8-0a5e-4a6e-8eeb-9418a5709ff1' class='xr-index-data-in' type='checkbox'/><label for='index-31aa9ff8-0a5e-4a6e-8eeb-9418a5709ff1' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0,   1,   2,   3,   4,   5,   6,   7,   8,   9,\n",
       "       ...\n",
       "       244, 245, 246, 247, 248, 249, 250, 251, 252, 253],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;nt&#x27;, length=254))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>constit</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5e63d625-a07e-4ecc-9809-25243eb4342c' class='xr-index-data-in' type='checkbox'/><label for='index-5e63d625-a07e-4ecc-9809-25243eb4342c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;constit&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>years</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ff1e89d7-46aa-4884-b2c3-edc1545151bf' class='xr-index-data-in' type='checkbox'/><label for='index-ff1e89d7-46aa-4884-b2c3-edc1545151bf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 3], dtype=&#x27;int64&#x27;, name=&#x27;years&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f342f246-4ed2-4e2c-89c4-3faa92389a4e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f342f246-4ed2-4e2c-89c4-3faa92389a4e' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>author :</span></dt><dd>Badarvada Yadidya</dd><dt><span>description :</span></dt><dd>Complex numbers from amplitudes and phases of ITs in HRET &amp; HYCOM</dd><dt><span>created on :</span></dt><dd>Nov 09, 2023  16:39</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:     (years: 2, constit: 6, np: 3305, nt: 254)\n",
       "Coordinates:\n",
       "  * np          (np) int64 0 1 2 3 4 5 6 ... 3298 3299 3300 3301 3302 3303 3304\n",
       "  * nt          (nt) int64 0 1 2 3 4 5 6 7 8 ... 246 247 248 249 250 251 252 253\n",
       "  * constit     (constit) object 'M2' 'S2' 'K1' 'O1' 'H1' 'H2'\n",
       "  * years       (years) int64 1 3\n",
       "Data variables:\n",
       "    hycom_real  (years, constit, np, nt) float64 ...\n",
       "    hycom_imag  (years, constit, np, nt) float64 ...\n",
       "    hret_real   (constit, np, nt) float64 ...\n",
       "    hret_imag   (constit, np, nt) float64 ...\n",
       "    lon         (np, nt) float64 ...\n",
       "    lat         (np, nt) float64 ...\n",
       "    depth       (np, nt) float64 ...\n",
       "Attributes:\n",
       "    author:       Badarvada Yadidya\n",
       "    description:  Complex numbers from amplitudes and phases of ITs in HRET &...\n",
       "    created on:   Nov 09, 2023  16:39"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds1 = xr.open_dataset('../data/amplitudes_phases.nc')\n",
    "ds1"
   ]
  },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:   (lon: 720, lat: 268, nw: 7, time: 8, constit: 7, years: 2)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 0.0 0.5 1.0 1.5 2.0 ... 358.0 358.5 359.0 359.5\n",
       "  * lat       (lat) float64 -67.0 -66.5 -66.0 -65.5 ... 65.0 65.5 66.0 66.5\n",
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       "  * time      (time) int64 3 1 210 180 150 120 90 60\n",
       "  * constit   (constit) object &#x27;M2&#x27; &#x27;S2&#x27; &#x27;N2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;\n",
       "  * years     (years) int64 1 3\n",
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       "    hret      (nw, lon, lat) float64 ...\n",
       "    hycom     (time, nw, lon, lat) float64 ...\n",
       "    hycom_am  (years, constit, lon, lat) float64 ...\n",
       "    hycom_ph  (years, constit, lon, lat) float64 ...\n",
       "    steric    (time, nw, lon, lat) float64 ...\n",
       "Attributes:\n",
       "    description:  Dataset contianing variance reduction statistics on 0.5$^\\c...\n",
       "    author:       Badarvada Yadidya\n",
       "    created on:   Oct 17, 2023  07:50</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-23e638b9-42f8-4b05-adef-3db5cdfd3f7c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-23e638b9-42f8-4b05-adef-3db5cdfd3f7c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lon</span>: 720</li><li><span class='xr-has-index'>lat</span>: 268</li><li><span class='xr-has-index'>nw</span>: 7</li><li><span class='xr-has-index'>time</span>: 8</li><li><span class='xr-has-index'>constit</span>: 7</li><li><span class='xr-has-index'>years</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6c383f92-76bb-4900-9441-05dede90894b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6c383f92-76bb-4900-9441-05dede90894b' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.5 1.0 ... 358.5 359.0 359.5</div><input id='attrs-c13363b3-2c22-40f9-ae91-af6eb816821b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c13363b3-2c22-40f9-ae91-af6eb816821b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73099935-2f7c-4caf-93d6-c4a3cb6c73cf' class='xr-var-data-in' type='checkbox'><label for='data-73099935-2f7c-4caf-93d6-c4a3cb6c73cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  0. ,   0.5,   1. , ..., 358.5, 359. , 359.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-67.0 -66.5 -66.0 ... 66.0 66.5</div><input id='attrs-ae673690-8952-405e-8cca-acb94fc4f337' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ae673690-8952-405e-8cca-acb94fc4f337' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29c06ee2-92d2-450b-ae9d-77172a893521' class='xr-var-data-in' type='checkbox'><label for='data-29c06ee2-92d2-450b-ae9d-77172a893521' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-67. , -66.5, -66. , ...,  65.5,  66. ,  66.5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>nw</span></div><div class='xr-var-dims'>(nw)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;M2S2&#x27; &#x27;M2S2N2&#x27; ... &#x27;M2S2K1O1H1H2&#x27;</div><input id='attrs-544c8bb4-c808-4db3-8669-02f302e1878e' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-544c8bb4-c808-4db3-8669-02f302e1878e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77a71059-b42a-41db-91cf-7060c1452c28' class='xr-var-data-in' type='checkbox'><label for='data-77a71059-b42a-41db-91cf-7060c1452c28' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>3 1 210 180 150 120 90 60</div><input id='attrs-7dc4a9ea-811a-4488-b05e-ac5f44d43b7b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-7dc4a9ea-811a-4488-b05e-ac5f44d43b7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-990202a9-8a54-46c5-b276-bbfe53473e07' class='xr-var-data-in' type='checkbox'><label for='data-990202a9-8a54-46c5-b276-bbfe53473e07' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([  3,   1, 210, 180, 150, 120,  90,  60])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>constit</span></div><div class='xr-var-dims'>(constit)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>&#x27;M2&#x27; &#x27;S2&#x27; &#x27;N2&#x27; &#x27;K1&#x27; &#x27;O1&#x27; &#x27;H1&#x27; &#x27;H2&#x27;</div><input id='attrs-4cf21568-4ba3-4f09-aff4-1ab511ef35c0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4cf21568-4ba3-4f09-aff4-1ab511ef35c0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8bac597-d703-4a1d-988e-235bac56898d' class='xr-var-data-in' type='checkbox'><label for='data-d8bac597-d703-4a1d-988e-235bac56898d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Tidal constituents</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;N2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>years</span></div><div class='xr-var-dims'>(years)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 3</div><input id='attrs-917bba4f-8866-45a4-a48c-813c65978ac9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-917bba4f-8866-45a4-a48c-813c65978ac9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94ab2ab4-0cb0-4532-9072-2877833098b1' class='xr-var-data-in' type='checkbox'><label for='data-94ab2ab4-0cb0-4532-9072-2877833098b1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>No. of years over which amplitudes and phases are computed</dd></dl></div><div class='xr-var-data'><pre>array([1, 3])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a0090a72-29dd-4704-b838-198ce786fb4d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a0090a72-29dd-4704-b838-198ce786fb4d' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>hret</span></div><div class='xr-var-dims'>(nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7dc529cf-6fc4-41a1-a6e3-ca0c5d7df010' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7dc529cf-6fc4-41a1-a6e3-ca0c5d7df010' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0fa1b0f-331b-4f6f-8cbe-a606f727a65d' class='xr-var-data-in' type='checkbox'><label for='data-c0fa1b0f-331b-4f6f-8cbe-a606f727a65d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction by HRET8.1 in JASON during 2017-2019</dd></dl></div><div class='xr-var-data'><pre>[1350720 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom</span></div><div class='xr-var-dims'>(time, nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-198b3073-376a-4d32-bd7f-c0caf5b7fd70' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-198b3073-376a-4d32-bd7f-c0caf5b7fd70' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b91a2a6d-a641-4903-b636-3e6e7ab85eff' class='xr-var-data-in' type='checkbox'><label for='data-b91a2a6d-a641-4903-b636-3e6e7ab85eff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction by HYCOM 21.6 in JASON during 2017-2019</dd><dt><span>additional_info :</span></dt><dd>Semidiurnal ITs are extracted using 300 km &amp; diurnal ITs using 600 km - characteristic wavelength</dd></dl></div><div class='xr-var-data'><pre>[10805760 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom_am</span></div><div class='xr-var-dims'>(years, constit, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7ed19a76-b7fc-4925-a4c4-3efc8c591f82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ed19a76-b7fc-4925-a4c4-3efc8c591f82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a89503ed-b576-40cc-a9e9-624e06f89c91' class='xr-var-data-in' type='checkbox'><label for='data-a89503ed-b576-40cc-a9e9-624e06f89c91' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Amplitude of Internal Tides derived from HYCOM</dd></dl></div><div class='xr-var-data'><pre>[2701440 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>hycom_ph</span></div><div class='xr-var-dims'>(years, constit, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c3bfb484-0506-462d-8596-03e258df1108' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3bfb484-0506-462d-8596-03e258df1108' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4438a0cf-b09a-435e-8ce7-cd3982c4f6fd' class='xr-var-data-in' type='checkbox'><label for='data-4438a0cf-b09a-435e-8ce7-cd3982c4f6fd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Phase of Internal Tides derived from HYCOM</dd></dl></div><div class='xr-var-data'><pre>[2701440 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>steric</span></div><div class='xr-var-dims'>(time, nw, lon, lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9fe3e8d3-1a30-4d77-b7c8-19174993343a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9fe3e8d3-1a30-4d77-b7c8-19174993343a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91d8598b-b74f-4afc-b6f6-3fb638e9e486' class='xr-var-data-in' type='checkbox'><label for='data-91d8598b-b74f-4afc-b6f6-3fb638e9e486' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Variance reduction from Steric SSH of HYCOM during 2017-2019</dd></dl></div><div class='xr-var-data'><pre>[10805760 values with dtype=float64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5d4584c6-2f63-4f7c-b403-aef96b3d16b8' class='xr-section-summary-in' type='checkbox'  ><label for='section-5d4584c6-2f63-4f7c-b403-aef96b3d16b8' class='xr-section-summary' >Indexes: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1443f3a9-03bc-4675-b70f-dfc44f69ee63' class='xr-index-data-in' type='checkbox'/><label for='index-1443f3a9-03bc-4675-b70f-dfc44f69ee63' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  0.0,   0.5,   1.0,   1.5,   2.0,   2.5,   3.0,   3.5,   4.0,   4.5,\n",
       "       ...\n",
       "       355.0, 355.5, 356.0, 356.5, 357.0, 357.5, 358.0, 358.5, 359.0, 359.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=720))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-90f7371b-f9fb-448c-be9c-1748daf8d0d4' class='xr-index-data-in' type='checkbox'/><label for='index-90f7371b-f9fb-448c-be9c-1748daf8d0d4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-67.0, -66.5, -66.0, -65.5, -65.0, -64.5, -64.0, -63.5, -63.0, -62.5,\n",
       "       ...\n",
       "        62.0,  62.5,  63.0,  63.5,  64.0,  64.5,  65.0,  65.5,  66.0,  66.5],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=268))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>nw</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-772d5d60-a900-4480-94cb-5d1a3a76208b' class='xr-index-data-in' type='checkbox'/><label for='index-772d5d60-a900-4480-94cb-5d1a3a76208b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2S2&#x27;, &#x27;M2S2N2&#x27;, &#x27;K1O1&#x27;, &#x27;H1H2&#x27;, &#x27;M2S2K1O1&#x27;, &#x27;M2S2N2K1O1&#x27;,\n",
       "       &#x27;M2S2K1O1H1H2&#x27;],\n",
       "      dtype=&#x27;object&#x27;, name=&#x27;nw&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fba9201e-2e32-44cc-8e96-44f719642dcb' class='xr-index-data-in' type='checkbox'/><label for='index-fba9201e-2e32-44cc-8e96-44f719642dcb' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([3, 1, 210, 180, 150, 120, 90, 60], dtype=&#x27;int64&#x27;, name=&#x27;time&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>constit</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b59a22d2-b162-4e35-b543-eee771495388' class='xr-index-data-in' type='checkbox'/><label for='index-b59a22d2-b162-4e35-b543-eee771495388' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;N2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;, &#x27;H1&#x27;, &#x27;H2&#x27;], dtype=&#x27;object&#x27;, name=&#x27;constit&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>years</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b3f66b66-7ec9-4b32-96e8-020e0d4c1e8c' class='xr-index-data-in' type='checkbox'/><label for='index-b3f66b66-7ec9-4b32-96e8-020e0d4c1e8c' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 3], dtype=&#x27;int64&#x27;, name=&#x27;years&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-48deaaf7-2a24-4bf3-8d5a-3a3b41cf8465' class='xr-section-summary-in' type='checkbox'  checked><label for='section-48deaaf7-2a24-4bf3-8d5a-3a3b41cf8465' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Dataset contianing variance reduction statistics on 0.5$^\\circ$ uniform grid</dd><dt><span>author :</span></dt><dd>Badarvada Yadidya</dd><dt><span>created on :</span></dt><dd>Oct 17, 2023  07:50</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:   (lon: 720, lat: 268, nw: 7, time: 8, constit: 7, years: 2)\n",
       "Coordinates:\n",
       "  * lon       (lon) float64 0.0 0.5 1.0 1.5 2.0 ... 358.0 358.5 359.0 359.5\n",
       "  * lat       (lat) float64 -67.0 -66.5 -66.0 -65.5 ... 65.0 65.5 66.0 66.5\n",
       "  * nw        (nw) object 'M2S2' 'M2S2N2' 'K1O1' ... 'M2S2N2K1O1' 'M2S2K1O1H1H2'\n",
       "  * time      (time) int64 3 1 210 180 150 120 90 60\n",
       "  * constit   (constit) object 'M2' 'S2' 'N2' 'K1' 'O1' 'H1' 'H2'\n",
       "  * years     (years) int64 1 3\n",
       "Data variables:\n",
       "    hret      (nw, lon, lat) float64 ...\n",
       "    hycom     (time, nw, lon, lat) float64 ...\n",
       "    hycom_am  (years, constit, lon, lat) float64 ...\n",
       "    hycom_ph  (years, constit, lon, lat) float64 ...\n",
       "    steric    (time, nw, lon, lat) float64 ...\n",
       "Attributes:\n",
       "    description:  Dataset contianing variance reduction statistics on 0.5$^\\c...\n",
       "    author:       Badarvada Yadidya\n",
       "    created on:   Oct 17, 2023  07:50"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds2 = xr.open_dataset('../data/variance_reduction.nc')\n",
    "ds2"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e79464d7-a5b4-4990-9422-d348662bbcf7",
   "metadata": {},
   "source": [
    "**Creating Complex Numbers from Real and Imaginary Parts for both HYCOM & HRET**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "8b0dc499-2f07-42c2-9054-b6a1c4983726",
   "metadata": {},
   "outputs": [],
   "source": [
    "hycom_comp = ds1.hycom_real + 1j * ds1.hycom_imag\n",
    "hret_comp = ds1.hret_real + 1j * ds1.hret_imag"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "200823c2-eeea-406f-abc1-1a3d42f54c51",
   "metadata": {},
   "source": [
    "**Masking the regions where bathymetry is less than 1500 m (removing continental shelf/slope regions)**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "69fee6e0-726d-4820-88ff-fa75f081c38c",
   "metadata": {},
   "outputs": [],
   "source": [
    "hycom_depth, _ = xr.broadcast(ds1.depth, hycom_comp)\n",
    "hret_depth, _ = xr.broadcast(ds1.depth, hret_comp)\n",
    "hycom = hycom_comp.where(hycom_depth >= 1500, np.nan + np.nan * 1j)\n",
    "hret = hret_comp.where(hret_depth >= 1500, np.nan + np.nan * 1j)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5ef1a186-d9b8-4633-b537-0b6237b442ab",
   "metadata": {},
   "source": [
    "### Computing the statistics between HYCOM & HRET"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "abedce05-53a9-455d-9616-2c374fedae89",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 50.8 s, sys: 34.1 s, total: 1min 24s\n",
      "Wall time: 1min 25s\n"
     ]
    }
   ],
   "source": [
    "%%time\n",
    "# Initialize a 5-dimensional array 'stats' to store statistical results\n",
    "stats = np.full((2, 2, 5, 4, 2), np.nan)\n",
    "\n",
    "# Define geographic region boundaries for different regions\n",
    "LUZON = [115, 170, 5, 30]\n",
    "HAWAII = [175, 210, 5, 30]\n",
    "MADAG = [35, 70, -30, 0]\n",
    "SW_PAC = [150, 185, -30, -5]\n",
    "SC_PAC = [185, 230, -30, -5]\n",
    "\n",
    "# List of tidal constituents for analysis\n",
    "constituents = ['M2', 'S2', 'K1', 'O1']\n",
    "\n",
    "# List of years for which the analysis will be conducted\n",
    "years = [1, 3]\n",
    "\n",
    "# List representing Ascending (0) and Descending (1) tracks\n",
    "aord_values = [0, 1]\n",
    "\n",
    "# Nested loops for analysis\n",
    "for aord in aord_values:\n",
    "    for i, year in enumerate(years):\n",
    "        for j, region in enumerate([LUZON, HAWAII, MADAG, SW_PAC, SC_PAC]):\n",
    "            for k, const in enumerate(constituents):\n",
    "                # Call the 'statistics' function and store the result in 'stats' array\n",
    "                stats[aord, i, j, k] = statistics(\n",
    "                    hret.sel(constit=const),\n",
    "                    hycom.sel(constit=const, years=year),\n",
    "                    ds1.lon,\n",
    "                    ds1.lat,\n",
    "                    region,\n",
    "                    aord=aord\n",
    "                )\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d24ddd5f-df16-4022-8408-d2fb90bc43d6",
   "metadata": {},
   "source": [
    "**Save the statistics into an xarray dataset for further analysis**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "7ca1974b-2506-4159-97f7-0fbf43c42644",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (aord: 2, years: 2, region: 5, constit: 4, quant: 2)\n",
       "Coordinates:\n",
       "  * region   (region) &lt;U6 &#x27;LUZON&#x27; &#x27;HAWAII&#x27; &#x27;MADAG&#x27; &#x27;SW PAC&#x27; &#x27;SC PAC&#x27;\n",
       "  * constit  (constit) &lt;U2 &#x27;M2&#x27; &#x27;S2&#x27; &#x27;K1&#x27; &#x27;O1&#x27;\n",
       "  * years    (years) int64 1 3\n",
       "  * aord     (aord) int64 0 1\n",
       "  * quant    (quant) &lt;U11 &#x27;correlation&#x27; &#x27;conf_int&#x27;\n",
       "Data variables:\n",
       "    stats    (aord, years, region, constit, quant) float64 0.7131 ... 0.02732\n",
       "Attributes:\n",
       "    description:  Stats between HRET &amp; HYCOM</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-6e38cc23-6cad-4292-b1f7-819f2a843593' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6e38cc23-6cad-4292-b1f7-819f2a843593' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>aord</span>: 2</li><li><span class='xr-has-index'>years</span>: 2</li><li><span class='xr-has-index'>region</span>: 5</li><li><span class='xr-has-index'>constit</span>: 4</li><li><span class='xr-has-index'>quant</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9e257b55-b451-49f4-81f2-209bdf635702' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9e257b55-b451-49f4-81f2-209bdf635702' class='xr-section-summary' >Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>region</span></div><div class='xr-var-dims'>(region)</div><div class='xr-var-dtype'>&lt;U6</div><div class='xr-var-preview xr-preview'>&#x27;LUZON&#x27; &#x27;HAWAII&#x27; ... &#x27;SC PAC&#x27;</div><input id='attrs-1a8c9a54-63c7-4510-9340-a242a24c5e97' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1a8c9a54-63c7-4510-9340-a242a24c5e97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eaf8adbd-7f05-4f3a-9bb4-811964861cbb' class='xr-var-data-in' type='checkbox'><label for='data-eaf8adbd-7f05-4f3a-9bb4-811964861cbb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;LUZON&#x27;, &#x27;HAWAII&#x27;, &#x27;MADAG&#x27;, &#x27;SW PAC&#x27;, &#x27;SC PAC&#x27;], dtype=&#x27;&lt;U6&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>constit</span></div><div class='xr-var-dims'>(constit)</div><div class='xr-var-dtype'>&lt;U2</div><div class='xr-var-preview xr-preview'>&#x27;M2&#x27; &#x27;S2&#x27; &#x27;K1&#x27; &#x27;O1&#x27;</div><input id='attrs-e7aefe71-fc0f-4011-a436-53f4e72b9cde' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e7aefe71-fc0f-4011-a436-53f4e72b9cde' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9131cdc-5d6e-4426-a4f7-c3634e13e44d' class='xr-var-data-in' type='checkbox'><label for='data-e9131cdc-5d6e-4426-a4f7-c3634e13e44d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;], dtype=&#x27;&lt;U2&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>years</span></div><div class='xr-var-dims'>(years)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 3</div><input id='attrs-a8aed36f-bcf9-44f2-88d5-8991b47cda9d' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a8aed36f-bcf9-44f2-88d5-8991b47cda9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cbcf19b0-f37b-4476-aa0a-73a29718be3c' class='xr-var-data-in' type='checkbox'><label for='data-cbcf19b0-f37b-4476-aa0a-73a29718be3c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>aord</span></div><div class='xr-var-dims'>(aord)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-307dfc20-89f0-483a-b48f-fd6e0458aa65' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-307dfc20-89f0-483a-b48f-fd6e0458aa65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2d2cc1c-3a2a-4041-9584-3e90fa0cda84' class='xr-var-data-in' type='checkbox'><label for='data-c2d2cc1c-3a2a-4041-9584-3e90fa0cda84' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>quant</span></div><div class='xr-var-dims'>(quant)</div><div class='xr-var-dtype'>&lt;U11</div><div class='xr-var-preview xr-preview'>&#x27;correlation&#x27; &#x27;conf_int&#x27;</div><input id='attrs-5c322f85-094e-43b9-934b-38ab7b5d5d39' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5c322f85-094e-43b9-934b-38ab7b5d5d39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7d0b515-3e80-489f-9ef1-bd3888315395' class='xr-var-data-in' type='checkbox'><label for='data-a7d0b515-3e80-489f-9ef1-bd3888315395' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;correlation&#x27;, &#x27;conf_int&#x27;], dtype=&#x27;&lt;U11&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-08a616cf-bd86-4136-9520-7ae6f07f0b49' class='xr-section-summary-in' type='checkbox'  checked><label for='section-08a616cf-bd86-4136-9520-7ae6f07f0b49' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>stats</span></div><div class='xr-var-dims'>(aord, years, region, constit, quant)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.7131 0.03006 ... 0.09342 0.02732</div><input id='attrs-b0569deb-9d28-4255-9b91-a15c21b721a3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0569deb-9d28-4255-9b91-a15c21b721a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ac16dd9-2b46-44da-bd91-3765e153707c' class='xr-var-data-in' type='checkbox'><label for='data-3ac16dd9-2b46-44da-bd91-3765e153707c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[[[0.7130812 , 0.03005728],\n",
       "          [0.65770064, 0.01829073],\n",
       "          [0.5910712 , 0.04910497],\n",
       "          [0.78843962, 0.01758908]],\n",
       "\n",
       "         [[0.83198581, 0.01026705],\n",
       "          [0.80529168, 0.01144363],\n",
       "          [0.75248685, 0.01219923],\n",
       "          [0.6011504 , 0.02194901]],\n",
       "\n",
       "         [[0.72796951, 0.03406453],\n",
       "          [0.59162947, 0.03037815],\n",
       "          [0.68811367, 0.02559236],\n",
       "          [0.62226062, 0.02422133]],\n",
       "\n",
       "         [[0.75468059, 0.01475429],\n",
       "          [0.65720697, 0.02456216],\n",
       "          [0.63892825, 0.01866814],\n",
       "          [0.51724856, 0.02242451]],\n",
       "\n",
       "...\n",
       "\n",
       "         [[0.83793528, 0.01027056],\n",
       "          [0.77262415, 0.0137621 ],\n",
       "          [0.30650498, 0.04122518],\n",
       "          [0.19575403, 0.04086027]],\n",
       "\n",
       "         [[0.7189962 , 0.02344776],\n",
       "          [0.61453777, 0.02998272],\n",
       "          [0.3272488 , 0.04829924],\n",
       "          [0.25045657, 0.05758726]],\n",
       "\n",
       "         [[0.73650959, 0.0173763 ],\n",
       "          [0.60136555, 0.0252832 ],\n",
       "          [0.21864425, 0.03796224],\n",
       "          [0.20867424, 0.03593399]],\n",
       "\n",
       "         [[0.81912038, 0.0097253 ],\n",
       "          [0.51711804, 0.01887951],\n",
       "          [0.22623772, 0.03746146],\n",
       "          [0.09342342, 0.02731722]]]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b4feea0b-2727-4b74-9430-b02db6655fa3' class='xr-section-summary-in' type='checkbox'  ><label for='section-b4feea0b-2727-4b74-9430-b02db6655fa3' class='xr-section-summary' >Indexes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>region</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-83d671bc-fb96-46c2-87ef-9d1e66915fdd' class='xr-index-data-in' type='checkbox'/><label for='index-83d671bc-fb96-46c2-87ef-9d1e66915fdd' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;LUZON&#x27;, &#x27;HAWAII&#x27;, &#x27;MADAG&#x27;, &#x27;SW PAC&#x27;, &#x27;SC PAC&#x27;], dtype=&#x27;object&#x27;, name=&#x27;region&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>constit</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9deca226-d53e-4f1f-8913-9910eb7b2caf' class='xr-index-data-in' type='checkbox'/><label for='index-9deca226-d53e-4f1f-8913-9910eb7b2caf' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;M2&#x27;, &#x27;S2&#x27;, &#x27;K1&#x27;, &#x27;O1&#x27;], dtype=&#x27;object&#x27;, name=&#x27;constit&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>years</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cb22514a-e875-4865-bb39-8a37ad6b3b9d' class='xr-index-data-in' type='checkbox'/><label for='index-cb22514a-e875-4865-bb39-8a37ad6b3b9d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1, 3], dtype=&#x27;int64&#x27;, name=&#x27;years&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>aord</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9e25114b-5ae3-4a00-b0fb-0180729cc2d3' class='xr-index-data-in' type='checkbox'/><label for='index-9e25114b-5ae3-4a00-b0fb-0180729cc2d3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0, 1], dtype=&#x27;int64&#x27;, name=&#x27;aord&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>quant</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-407c3de1-55a2-4c12-86db-f57ef67df988' class='xr-index-data-in' type='checkbox'/><label for='index-407c3de1-55a2-4c12-86db-f57ef67df988' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([&#x27;correlation&#x27;, &#x27;conf_int&#x27;], dtype=&#x27;object&#x27;, name=&#x27;quant&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-aa4ba97a-d59a-45d0-9ceb-7bf375c2edb1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aa4ba97a-d59a-45d0-9ceb-7bf375c2edb1' class='xr-section-summary' >Attributes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Stats between HRET &amp; HYCOM</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (aord: 2, years: 2, region: 5, constit: 4, quant: 2)\n",
       "Coordinates:\n",
       "  * region   (region) <U6 'LUZON' 'HAWAII' 'MADAG' 'SW PAC' 'SC PAC'\n",
       "  * constit  (constit) <U2 'M2' 'S2' 'K1' 'O1'\n",
       "  * years    (years) int64 1 3\n",
       "  * aord     (aord) int64 0 1\n",
       "  * quant    (quant) <U11 'correlation' 'conf_int'\n",
       "Data variables:\n",
       "    stats    (aord, years, region, constit, quant) float64 0.7131 ... 0.02732\n",
       "Attributes:\n",
       "    description:  Stats between HRET & HYCOM"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_stat = xr.Dataset(\n",
    "    data_vars=dict(\n",
    "        stats = (['aord','years', 'region', 'constit', 'quant'], stats),\n",
    "    ),\n",
    "    coords=dict(\n",
    "        region = ['LUZON', 'HAWAII', 'MADAG', 'SW PAC', 'SC PAC'],\n",
    "        constit=['M2', 'S2', 'K1', 'O1'],\n",
    "        years=[1,3],\n",
    "        aord = [0,1],\n",
    "        quant = ['correlation', 'conf_int']\n",
    "    ),\n",
    "    attrs=dict(description=\"Stats between HRET & HYCOM\"),\n",
    ")\n",
    "\n",
    "ds_stat"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "743b763b-c8ef-4f69-83f3-d63889cb9785",
   "metadata": {},
   "source": [
    "## Plotting the figure"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "cbb93f4a-7dba-45e4-bff5-b1fef1c3a74b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Call the 'wiggle_plot' function to generate data for a wiggle plot\n",
    "# Parameters:\n",
    "# - hret.sel(constit='M2'): Xarray dataset containing the tidal signal for the 'M2' constituent from the reference model\n",
    "# - hycom.sel(constit='M2', years=3): Xarray dataset containing the tidal signal for the 'M2' constituent from the HYCOM model for 3 years\n",
    "# - ds1.lon: Longitudes from the dataset 'ds1'\n",
    "# - ds1.lat: Latitudes from the dataset 'ds1'\n",
    "# - HAWAII: Geographic region boundaries for Hawaii\n",
    "# Returns:\n",
    "# - xl: List of longitudes for the wiggle plot\n",
    "# - yl: List of latitudes for the wiggle plot\n",
    "# - x1: \"Wiggled\" longitudes for the HRET\n",
    "# - y1: \"Wiggled\" latitudes for the HRET\n",
    "# - x2: \"Wiggled\" longitudes for the HYCOM model\n",
    "# - y2: \"Wiggled\" latitudes for the HYCOM model\n",
    "xl, yl, x1, y1, x2, y2 = wiggle_plot(\n",
    "    hret.sel(constit='M2'), \n",
    "    hycom.sel(constit='M2', years=3), \n",
    "    ds1.lon, \n",
    "    ds1.lat, \n",
    "    HAWAII\n",
    ")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "83b47f2f-a9e4-4d8a-9236-a510c93ed87d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define the colormap for the M2 amplitude plot\n",
    "cmap1 = cmp.WhiteBlueGreenYellowRed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "88f94a61-a1d2-4eff-badf-9f93b6748005",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define geographic regions with corresponding longitude and latitude slices\n",
    "# Each region is represented as a dictionary with the region name as the key\n",
    "# and a dictionary containing 'lon' and 'lat' slices as the value\n",
    "regions = {\n",
    "    'LUZON': {'lon': slice(115, 170), 'lat': slice(5, 30)},\n",
    "    'HAWAII': {'lon': slice(175, 210), 'lat': slice(5, 30)},\n",
    "    'MADAG': {'lon': slice(35, 70), 'lat': slice(-30, 0)},\n",
    "    'SW PAC': {'lon': slice(150, 185), 'lat': slice(-30, -5)},\n",
    "    'SC PAC': {'lon': slice(185, 230), 'lat': slice(-30, -5)},\n",
    "}\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "d7b292b9-04ed-457d-9e6a-69fd12e8e774",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "CPU times: user 3.72 s, sys: 37.4 ms, total: 3.76 s\n",
      "Wall time: 4.06 s\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "Text(0.1, 0.82, '(c)')"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x1000 with 4 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 871,
       "width": 567
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%%time\n",
    "# Set up Plate Carree projection with a central longitude\n",
    "projection = ccrs.PlateCarree(central_longitude=180.0)\n",
    "\n",
    "# Create a figure with a grid layout\n",
    "fig = plt.figure(figsize=(6, 10))\n",
    "gs = fig.add_gridspec(4, 1)\n",
    "\n",
    "#============================================================================================================\n",
    "\n",
    "# Subplot 1: Map of HYCOM SSH amplitude for M2 internal tides\n",
    "ax1 = fig.add_subplot(gs[0, :], projection=projection)\n",
    "p = ds2.hycom_am.sel(years=3,constit='M2').plot.contourf(ax=ax1,x='lon',\n",
    "                                                        levels=np.linspace(0,4,21),cmap=cmap1,\n",
    "                                                        transform=ccrs.PlateCarree(),\n",
    "                                                        add_colorbar=False)\n",
    "\n",
    "colorbar_axes = fig.add_axes([0.91, 0.725, 0.01, 0.15])  # adjust the values as needed\n",
    "cbar = fig.colorbar(p, cax=colorbar_axes,  orientation='vertical', ticks=[0,1,2,3,4])\n",
    "cbar.set_label('cm', fontsize=8)  # optional, adds a label to the colorbar\n",
    "cbar.ax.tick_params(labelsize=8)\n",
    "\n",
    "ax1.set_title('SSH Amplitude of M$_2$ Internal Tides in HYCOM',weight='bold',size=12)\n",
    "ax1.set_ylabel('Latitude (\\u00b0)')\n",
    "ax1.set_xlabel('Longitude (\\u00b0)')\n",
    "ax1.add_feature(cfeature.COASTLINE, color='black', linewidth=0.3)\n",
    "ax1.add_feature(cfeature.LAND, color='lightgrey')\n",
    "    \n",
    "# draw parallels/meridiens and write labels\n",
    "gl = p.axes.gridlines(crs=ccrs.PlateCarree(), draw_labels=True,\n",
    "                      linewidth=.5, color='grey', alpha=0.5, linestyle=':')\n",
    "gl.top_labels = False\n",
    "gl.right_labels = False\n",
    "gl.xlabel_style = {'size': 7.5}\n",
    "gl.ylabel_style = {'size': 7.5}\n",
    "for name, region in regions.items():\n",
    "    lon_min, lon_max = region['lon'].start, region['lon'].stop\n",
    "    lat_min, lat_max = region['lat'].start, region['lat'].stop\n",
    "    rect = patches.Rectangle((lon_min, lat_min), lon_max-lon_min, lat_max-lat_min,\n",
    "                             linewidth=1.25, edgecolor='k', facecolor='none',transform=ccrs.PlateCarree(),)\n",
    "    ax1.add_patch(rect)\n",
    "    # Add text label to the center of the rectangle\n",
    "\n",
    "text_kw = {'transform':ccrs.PlateCarree(),'ha':'center','va':'center',\n",
    "           'color':'k','size':7.5, 'weight':'bold',\n",
    "            'path_effects':[withStroke(linewidth=2, foreground='white')]}\n",
    "ax1.text(142.5, 35.5, 'LUZON', **text_kw)\n",
    "ax1.text(192.5, 35.5, 'HAWAII', **text_kw) \n",
    "ax1.text(52.5, -37.5, 'MADAG', **text_kw)\n",
    "ax1.text(167.5, -37.5, 'SW PAC', **text_kw) \n",
    "ax1.text(207.5, -37.5, 'SC PAC', **text_kw)\n",
    "ax1.text(0.1, 0.86, '(a)', transform=ax1.transAxes, size=12, weight='bold')\n",
    "\n",
    "#============================================================================================================\n",
    "\n",
    "# Subplot 2: Comparison of amplitudes and phases between HRET8.1 and HYCOM\n",
    "ax2 = fig.add_subplot(gs[1:3, :])\n",
    "ax2.plot(xl,yl,'k',ls=':')\n",
    "ax2.plot(x1,y1,'r',lw=2,label=\"HRET8.1\")\n",
    "ax2.plot(x2,y2,'b',lw=2,label=\"HYCOM\")\n",
    "ax2.set_ylabel('Latitude (\\u00b0)', size=7.5)\n",
    "ax2.set_xlabel('Longitude (\\u00b0)', size=7.5)\n",
    "ax2.set_aspect('equal')\n",
    "ax2.set_xlim(175,210)\n",
    "ax2.set_ylim(5,30)\n",
    "ax2.legend(fontsize=10,loc='lower right')\n",
    "ax2.tick_params(axis=\"both\",direction=\"in\",labelsize=7.5)\n",
    "ax2.grid(ls='--')\n",
    "ax2.text(0.1, 0.82, '(b)', transform=ax2.transAxes, size=12, weight='bold')\n",
    "ax2.set_title('Comparison of Amplitudes and Phases', size=12, weight='bold')\n",
    "\n",
    "#============================================================================================================\n",
    "\n",
    "# Subplot 3: Correlation coefficients and error bars for M2 and S2 internal tides\n",
    "ax3 = fig.add_subplot(gs[3, :])\n",
    "bar_width = .075; displacement = np.arange(5)\n",
    "\n",
    "kw = {'ls' : 'None', 'capsize':2, 'color':'k'}\n",
    "ax3.errorbar(displacement, ds_stat.stats.sel(years=1,constit='M2',quant='correlation',aord=0), ds_stat.stats.sel(years=1,constit='M2',quant='conf_int',aord=0), \n",
    "           **kw,  )\n",
    "ax3.errorbar(displacement+bar_width, ds_stat.stats.sel(years=3,constit='M2',quant='correlation',aord=0),  ds_stat.stats.sel(years=3,constit='M2',quant='conf_int',aord=0), \n",
    "           **kw,)\n",
    "ax3.errorbar(displacement+2*bar_width, ds_stat.stats.sel(years=1,constit='M2',quant='correlation',aord=1),  ds_stat.stats.sel(years=1,constit='M2',quant='conf_int',aord=1), \n",
    "           **kw, )\n",
    "ax3.errorbar(displacement+3*bar_width, ds_stat.stats.sel(years=3,constit='M2',quant='correlation',aord=1),  ds_stat.stats.sel(years=3,constit='M2',quant='conf_int',aord=1), \n",
    "           **kw, )\n",
    "\n",
    "ax3.errorbar(displacement+4*bar_width, ds_stat.stats.sel(years=1,constit='S2',quant='correlation',aord=0), ds_stat.stats.sel(years=1,constit='S2',quant='conf_int',aord=0), \n",
    "           **kw,  )\n",
    "ax3.errorbar(displacement+5*bar_width, ds_stat.stats.sel(years=3,constit='S2',quant='correlation',aord=0), ds_stat.stats.sel(years=3,constit='S2',quant='conf_int',aord=0), \n",
    "           **kw, )\n",
    "ax3.errorbar(displacement+6*bar_width, ds_stat.stats.sel(years=1,constit='S2',quant='correlation',aord=1), ds_stat.stats.sel(years=1,constit='S2',quant='conf_int',aord=1), \n",
    "           **kw,)\n",
    "ax3.errorbar(displacement+7*bar_width, ds_stat.stats.sel(years=3,constit='S2',quant='correlation',aord=1),  ds_stat.stats.sel(years=3,constit='S2',quant='conf_int',aord=1),\n",
    "           **kw, )\n",
    "\n",
    "kw = {'width':bar_width, 'color':'#FFCCCC'}\n",
    "ax3.bar(displacement, ds_stat.stats.sel(years=1,constit='M2',quant='correlation',aord=0), \n",
    "           **kw, label = 'M$_2$ - 1 y - ASC')\n",
    "kw = {'width':bar_width, 'color':'#CC0000'}\n",
    "ax3.bar(displacement+bar_width, ds_stat.stats.sel(years=3,constit='M2',quant='correlation',aord=0), \n",
    "           **kw, label = 'M$_2$ - 3 y - ASC')\n",
    "kw = {'width':bar_width, 'color':'#FF6666'}\n",
    "ax3.bar(displacement+2*bar_width, ds_stat.stats.sel(years=1,constit='M2',quant='correlation',aord=1), \n",
    "           **kw, label = 'M$_2$ - 1 y - DSC')\n",
    "kw = {'width':bar_width, 'color':'#990000'}\n",
    "ax3.bar(displacement+3*bar_width, ds_stat.stats.sel(years=3,constit='M2',quant='correlation',aord=1), \n",
    "           **kw, label = 'M$_2$ - 3 y - DSC')\n",
    "\n",
    "kw = {'width':bar_width, 'color':'#CCCCFF'}\n",
    "ax3.bar(displacement+4*bar_width, ds_stat.stats.sel(years=1,constit='S2',quant='correlation',aord=0), \n",
    "           **kw, label = 'S$_2$ - 1 y - ASC')\n",
    "kw = {'width':bar_width, 'color':'#0000CC'}\n",
    "ax3.bar(displacement+5*bar_width, ds_stat.stats.sel(years=3,constit='S2',quant='correlation',aord=0), \n",
    "           **kw, label = 'S$_2$ - 3 y - ASC')\n",
    "kw = {'width':bar_width, 'color':'#6666FF'}\n",
    "ax3.bar(displacement+6*bar_width, ds_stat.stats.sel(years=1,constit='S2',quant='correlation',aord=1), \n",
    "           **kw, label = 'S$_2$ - 1 y - DSC')\n",
    "kw = {'width':bar_width, 'color':'#000099'}\n",
    "ax3.bar(displacement+7*bar_width, ds_stat.stats.sel(years=3,constit='S2',quant='correlation',aord=1), \n",
    "           **kw, label = 'S$_2$ - 3 y - DSC')\n",
    "\n",
    "ax3.grid(axis='both',ls=':')\n",
    "ax3.set_ylim(0.,1)\n",
    "ax3.legend(ncol=4, fontsize=7, bbox_to_anchor=(0.5, -0.25), loc='center')\n",
    "ax3.set_ylabel('Correlation coefficient', fontsize=7.5)\n",
    "ax3.set_xticks([.26,1.26,2.26,3.26,4.26])\n",
    "ax3.set_xticklabels(['LUZON', 'HAWAII', 'MADAG', 'SW PAC', 'SC PAC'])\n",
    "ax3.tick_params(axis=\"both\",direction=\"in\",labelsize=7.5)\n",
    "ax3.text(0.1, 0.82, '(c)', transform=ax3.transAxes, size=12, weight='bold')\n",
    "\n",
    "# plt.savefig('plots/Figure1.png', dpi=500)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7c3e5790-a9bb-4c71-ab0b-4c3630e85d3c",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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